
Linear functions
Finding slope from graphs worksheets
Read eight graphed lines and find each exact slope. Use the coordinate scale to compare rise and run, then check a separate answer key with worked calculations.
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Write slope-intercept equations for eight graphed lines. Read the y-intercept, calculate an exact slope and check the equation against visible points with a separate worked key.
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Read the y-intercept and find the slope from two points on each graph. Write the equation in slope-intercept form, then check a point on the line.
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Work with exact slopes and intercepts. Coordinate graphs use unit intervals from −5 to 5 on both axes, and the worked key connects the given information to the requested values, equation or completed graph.
Choose a focused mode when options are available. The settings change what the learner is given and what they must produce; the student preview and downloadable PDF use the same questions.
Learning objective
Describe a graphed line using an exact slope-intercept equation.
Worked example
m = (4 − (−2))/(3 − 0) = 2, so y = 2x − 2.
The point on the y-axis gives b = −2. The change between the points gives m = 2. Substituting x = 3 returns y = 4, matching the graph.
Teaching notes
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Every coordinate grid uses the fixed −5 to 5 unit window. Graph-only modes omit computed response fields; answer editions complete every requested line or solution region.
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Read eight graphed lines and find each exact slope. Use the coordinate scale to compare rise and run, then check a separate answer key with worked calculations.
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